Re3: Calculating the Reynolds Number 3

In iemisc: Irucka Embry's Miscellaneous Functions

Calculating the Reynolds Number 3

Description

Calculating the Reynolds Number 3

Usage

Re3(D, G, mu, gc = NULL, units = c("SI", "Eng"))

Arguments

D	numeric vector that contains the hydraulic diameters "(four times the area in flow divided by the wetted surface) is a characteristic length" (m or ft) [Reference: Lindeburg Manual]
G	numeric vector that contains the 'mass flow rate per unit area' (kg/m^2-s or lbm/ft^2-sec) [Reference: Lindeburg Manual]
mu	numeric vector that contains the absolute or dynamic viscosity of the fluid (Pa-s or lbf-sec/ft^2) [Reference: Lindeburg Manual]
gc	numeric vector that contains the gravitational constant (32.2 lbm-ft/lbf-sec^2) [Reference: Lindeburg Manual]
units	character vector that contains the system of units [options are SI for International System of Units, Eng for English units (United States Customary System in the United States and Imperial Units in the United Kingdom), and slug for the English unit slug which is a consistent unit of mass]

Value

the Reynolds number as a numeric vector for Re3

Note

Note: Please see the Calculating the Reynolds number Examples vignette for usage of Re3

Author(s)

Irucka Embry

See Also

Re1 for the additional seealso, description, details, note, and references sections, Re2, Re4

iemisc documentation built on June 22, 2024, 9:45 a.m.